quarta-feira, 25 de março de 2020

Boas jogadas!

Olá boa tarde ;)

Espero que se encontrem todos bem!

Hoje é dia de jogar ;)  a brincar também se aprende!

JOGO 1: "Jogo da Memória: Frações Equivalentes"

Objetivo: Encontrar pares de frações equivalentes. Convém rever as frações equivalentes e a simplificação de frações, consultando o caderno diário. E depois estás pronto(a) a jogar...
Atenção ao tempo, quanto mais rápido terminares o jogo melhor!

Clica no link seguinte para iniciares a jogada:
Jogo da Memória - FRAÇÕES EQUIVALENTES

http://www.educacaodinamica.com.br/ed/views/game_educativo.php?id=19















JOGO 2: "Encaixa as Frações"

E agora vamos fazer puzzles... Toca a encaixar as frações. Há dois níveis de jogo... Começa pelo o nível 1 e quando tudo estiver a correr bem avança para o nível 2.

Carrega no link seguinte para jogares:
 Jogo - Encaixe de Frações

http://mdmat.mat.ufrgs.br/anos_iniciais/objetos/encaixe.htm


Se tiveres essa possibilidade, continua a visitar a Escola Virtual ou a Escola Mágica e aproveita para realizar exercícios interativos e/ou ver explicações interativas. Aproveita para rever matérias anteriores ;)

Quem não tem computador disponível pode também rever matérias anteriores e fazer exercícios que já fizemos anteriormente (ajuda na autocorreção) e até fazer outros que tenham ficado por fazer.

Não se esqueçam... mantenham-se em casa! 

Beijinhos e Abraços,

Resultado de imagem para arco iris


PS: Não se esqueçam do trabalho de CN. Têm de consultar o separador CN 5º ano.

segunda-feira, 23 de março de 2020

FICHA Nº1 + Quebra Cabeças


Resultado de imagem para poema de bom dia

A proposta que vos deixo é a seguinte:

Uma ficha de trabalho -  podem resolver no caderno diário, como fazemos nas aulas...
Escrevem:

FICHA Nº1 e vão dando as respostas no caderno... como fazemos quando trabalhamos com o livro.

Atenção: A ficha diz 6.º ano, mas não liguem, pois é a nossa matéria de 5.º ano.

Carreguem no link seguinte para acederem à ficha de trabalho:

FICHA Nº1

Nota:
Não façam os seguintes exercícios: 9, 10, 14, 15.

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Quebra Cabeças:   (vai dar "luta"... não desistam ehehehehhe)



E vão "passeando" pela Escola Virtual + Escola Mágica para aprenderem de uma forma divertida (revejam / vejam vídeos explicativos, façam exercícios interativos e validem as vossas respostas - se for necessário usem o caderno para fazer cálculos / registar explicações ;)

Fiquem em casa, e fiquem seguros!
Resultado de imagem para arco iris

Beijinhos e abraços,















quinta-feira, 19 de março de 2020

Frações... vamos jogar?

Bom dia :),

Os meninos que já concluíram o livro de atividades (atenção que, os exercícios do livro de atividades já tinham sido enviados para casa como sugestão de estudo para a ficha de avaliação que ainda não se chegou a realizar) certamente que estão desejosos por novidades matemáticas ;)

Hoje o desafio são jogos (YUPIIIII ;)

1º JOGO : rever frações que representam o número um, um número menor que a unidade e um número maior que a unidade:

"Instruções:
Clique e arraste cada fração para o conjunto ao qual ela pertence. Essa classificação deverá ser feita de acordo com o critério que aparece abaixo de cada conjunto: menores que um; iguais a um; maiores que um. Após classificar todas, clique no botão “Conferir” para verificar sua resposta."

clica no link para jogares:
Jogo: Menor, igual ou maior que um?
http://mdmat.mat.ufrgs.br/anos_iniciais/objetos/classificando_fracoes.htm


Nota: Se não te lembras quando é que uma fração representa um número menor, igual ou maior que a unidade consulta primeiro o caderno diário antes de jogares ;)

2º JOGO: Frações ( muito divertido ;)
As instruções aparecem antes do jogo começar.
Clica no link para jogares e diverte-te ;)
Jogo:Dividindo a pizza
 jogo da pizza

Beijinhos e abraços e vai tudo correr bem<3 br="">

terça-feira, 17 de março de 2020

Trabalho de matemática

Olá caros alunos,

Para os que não cumpriram os trabalhos já propostos no livro de atividades (sugestão de estudo para a ficha de avaliação), volto a reforçar que terão de concluir:

Caderno de fichas - Páginas: 7, 9, 10, 13 (5 e 6), 14, 15, 26 (2), 32, 33, 39, 40, 41    

Se tiverem dúvidas não poderão desistir à primeira... mas, se mesmo assim, as dúvidas persistirem assinalam os exercícios para na aula poder esclarecer-vos.
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Os alunos que já cumpriram essas atividades vão passando por aqui com alguma regularidade para ver se há novidades...
Para já, sugiro-vos o registo na Escola Virtual (que se encontra temporariamente gratuito... então vamos aproveitar ;) e também na Escola Mágica (que também se encontra temporariamente gratuito)


 Notas:
* Para ter acesso gratuito à Escola Virtual, os alunos ou os encarregados de educação apenas têm de proceder a um registo simples, em que apenas é necessário identificar o estabelecimento de ensino e o ano de escolaridade, disponibilizando-se de imediato os conteúdos da plataforma e as versões digitais dos manuais escolares.


  * Como forma de contribuir no combate ao coronavírus e na sequência da decisão do governo em encerrar os estabelecimentos de ensino, a Escola Mágica decidiu disponibilizar todos os seus conteúdos gratuitamente aos alunos do 1º ao 9º ano de Escolaridade. Para ter acesso a todos os conteúdos e funcionalidades da Escola Mágica, os alunos e professores necessitam unicamente proceder ao registo, muito simples.

Voltarei em breve com mais sugestões de trabalho e ou orientações ;)

 Beijinhos e abraços

 

Trabalho dos animais a 3D

Olá novamente,

Vamos fazer um trabalho divertido?!?

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hiJ03eLsO+FYw4gN4D4dz0/35CsuvQ6l7m5h+kISWWaV+fDzX50RjE2j6jz1/1XEWi85S5+/D9RNWHwpZwswZHPLGbQa66EkajqOtSU452khKrHq23qu729Hx4nROzHFslwWbgysuVdBExORQumQD7qHWWLsRGt5VFTajJ+/sZbStmR0DEY8K1pBBa6YHSAJJ9OQ9RU9SuoyjDjI5bJ1TnoUAUBhqAzQBQBQEHi1++iTYspdbmrXO608jlafTSuZN8DmTdtDl/abtvxJM1u9g7dpG0yuhcGeWYnI3tVGrVntJJLvKtSpPZq3iVDjmHsKzLcU27WZTmt6mTMAZpgCGmNzlnYRn0qlV01ktfvNPo2lCMpuWxrxfA+8s2mw7q1lc+Z38JUkyxcdAqgaSdNqihictSUaitJ2slrflY2HSvFOOxcuC42zeQIl3vWtqFYmVJ0iY0kGs2VXFYOo6tO8L8vbJJUqNeOSaUvEY4jEW7Fk53Nu0u+pjU7QN5OkASdq9fSnSGKk4Z3JtW2W3poQrBYajHsxSS5CbGfSDhkX7IPdbkMpQf1FxPyBqKn0NWk+21Fev0/J1KouBXv/wDW4li2UpbV5zIiKA2bfMSCSTz11rThhKVGzV21xbb/AF8iPLm3M8Ds4ZGXNaSA+fUFteokkyBqBOXTYEyLDrVJ9lu19Pfu5FLCU4rNFd50ZsPl9OUVQlBrc8UjzkrmwuGSlhcU9oeCfWEBU5bqao39jHI9eR1qalUyPXYXKlc4vd+s2TfXK1nRhGpk+I+69NDGm9WurjkajxOjoKQQCCCDqCNQfSs9xtozy5Q+1eHC37o5Oqv8/CfzUmr9CXZTPbKSaZC4lglWxYxVmFLAIyaRKggmDqZy679auUcRmcqdXxuY2L6P1Torut9z1gsaWBBlAgk6ALvGnmeQjXzqCtSy9pO/1Kqw1W+XKYxmPtKBqXMiQOnMkkb9PavKVCpN8izRxE6GlSLy+G3h78BpibFu6ivbiI8J39VaZP70qu3KlMt1Z9XLOtYy98b6nng1zOYIh1lXBO8wQTzIYCfDAYgyanrPN2m7pk+Hcaq7K7vf6tcvljjUPau3GLG2DmJA0UnkB/CBv0qJ4q9anKXDfzKeIpqlUtcf8Lx9zFXGuAlMOk5Y07w9Sd8sa6eVaWHr1K9WUtoL5+ZCm5O/AcYTFrcti5oBrrOmhIOvTTertKrGpDOtvwdJ3NyOCARsRI96kTurnplq9BmgNZvDME+8QT7Agf3rnMr5eINldAhcTx/crnNt3Ub5ACR5kEgx6VDWrdWrtNru4Ao+N7U5u8tIwu2bwhCw8VufiVg2pG8T7E8suriJxhOKd09n3e9jqi4uequvehQu0WHLWmG6trm/DBJBganUx86r0JJTSJZJ0ZdZHWD+VxOnGVw1r6uii6r+K4z5gDmA0UAgiABrNeyw0qtTrZaNbJW+ZrRrQUEoO6fEcJZw6YbvbdxsO2JAC+JmC5GkwVGaCOvltVRyqyrZJLMody4rTfQltFQzLS5L7Q4Jm4YAbguG3lcOJhlBj38Le5AqHC1IrGu0bXurcn/KFWP9rfY5phsQVhbgK/hJBAPoTvX0dSlftRKEZ20kMDdcQUjQ6jqKrqMdVIlblvEZKWuZFQnMXWANCTIge50qGCyy1JJy7J2e2sADeAB8qpOVymeiorzQXAgdKaC54NuubHtyBxbgtrELFxdR8LDRl9D/AG2ruE5Q2PVIpF76xw67lzeBtQYlWHmOvXmOtWbRqRJE1I0do+KrfZXAhhbysN9cxIg8xBmvacMqt3haGn/pN1sLYuoGud41xQo2TKxIUebQT56DpNvqW4qUSPrEpNPuIvDsA924LdsZrrE6nZQN2PQD961A3z2JW7K5va6LFnEYPEWjbvaMrjXNlYMAeqnLAYaamY1NdZLyU0zi9xxwK4gwcEBsp0a2JzqzfeA1FxJkyPhHPlXruMpWej7yLPTd6c9E/dzVdTu7ysSAdBm3BUnf0/TWooSsnF7FODlhqyv/AChzhcXmIKxrqJAI9xsR5VXatU8zqouurtLixhZxGNxqrb8FuyhyvDKigzMEE5oAIAABGlaLdXERtdJLyRRkqjeV6DviuMlrPDrDAqcouMDuCZI020lj7DrUlWVsmFpvTS7+pL/6ovIFbRIYagIvELtxRmtqHy/EkwSPI9R0O9Q1pzjHNBX7jx34Cc40XL9u/bDZLaFbsgLlDgMNGIJ66TyiaqZusrRqx2Ss1yurnO7uYscRGJxgCMGs2lzEjYsRz8xOx2M151zqYvKvhSv+zy95C3inapMlzLeysr/YuQcrQPheBEHUCY5HlNcLFdbKUYvZ3T5rkx1isyrYviK327/Its3IEKBy31G8nmapYmUpVWjVoSpxpRdvi49/4K9iceQ5tLBgwZ+FfUneKljQjKOd/tlKpVdOXVp6fJfkrHGcqXwhgoHUwCDmUgZhvoQZGsbVPTTdNtb29ORNhoRhVvDWDLQezdi/atBLjKgBZAWExcg/e1iR+tY39bWpTk5Ru9n5eBvSpUpRSvpw8yVxHg976obFk954YAESQsNEzEkCI03rzC1Y1MTnkrcfsc13GNDKmLux/H7KKcNi0zIDpK5ivVWU67+U6xW/Gaj8RVhVeWyJnD+yOFxGJutazjDBdMsrDmNFzDYCdCNJHlVfEV1H4SGrNaW0ZZeCdjsPhrneKbjuPhNwg5Z00CqBMaSZ51TnXlJWskQube5YctQnNzISljy5kWzXuVi567qvcp5cwbVeZT24u43whcTaNpoBOqnfKRz9OR8jFWMNSlOdkOsyakfAdl+H4fKtwJcuuIHfMCW/lQ+H5AnzNbkMPCK2uQTrzlxsNlsqi5URUUHQKqqOg0XTYD9ipUkiJu4mxN+0LpUNbF4iYDKHj0HiivJQjLdBNoVce4YMSgDHxLqjHUjqJ3g7EVA8LD/HQkjVlEpa2ruDdsvoyHZoEiPaYP8Aus+tSzPJPfmSyy1VZk9+IJeWJMjWDuJE+hGoqg6UoPuKlSlUirPYbcBsEDMTsIiII9faCPI144q9zQwGHt/cfoacHluYi4ty4LYUO0kEzlPwiOZgx6V2qcZfE7GZiFmqy8WWz6M8H3l575GlsQP5n/ws/MVa6No3m5vh9zymjpdbhKYagF3FsLbgXG8OUrmOYqCuYAh+REE71Xq0oNqb3Xf9TxpbkTj3CEdHLMwQsXuZYliFCqBPktV8Vh4OLk3Zbu3HTQ5lFNFAuY+5aLYazaXDpd8BLZ58RAlyfLSQogE6VnQrf+JLLfTW9/Mrpv4UrGvF4gWLD4e0beJkfbeAkSDp3ZmSRJ1jzHlJSlCnJwjLfd20vwsTUYvaMc1tWhbhRaNlWtg5CZCkkkFTqNTvmBEVHUzqo1Lc2IU6UqUcq0ve3Jr3Y1cJ4ijXgLxCBD8JEmRqJjbWD7V3Vw7jC8Ne8rf1jzNVOzyj+SlcZn64WuoACxfIpUeDXKPDIBKgecmTqatx/wCq0XwtfvLNJxbT4FmxnDVx4F/DsJVVV7dzw5d4g7Rv+9Kx6dZ4T+3VW92mtbl6pao80SzfR/wxbWdO9t3CJLd2ZClsoievgrvN10s7i1pbXjuVa7yxS7y1Yjhlq4Ze3bfzZVb9RXSzL4WVLmviWITC2XuMDltoz5UUnRd9BoBqNdtakpYedWVkcynY9C8Qt46N3IfNMqSbRggABhroQQdc2wIIF2XRyu8stDhzatdbkbiXFlw95bN4ojFFcwSwCsSPG2mQjKTsw01I3riXR7jBu92eKrdjYLWfY7uZivRc0YjEogBZozbAAk/lrWlSwMXBSm7HMXOcrQVyOceCJUhvmI9eY9xXf/HRe0jxzlF2kjRiMawstc8IIBILTlEGAW8gZJ29qt0KCoxsiOUriLhOFt23W9dw15nusIxd9VYux1EalrI6KVQbAaxM5yWa9coCodoMLh7zOWwz3TbjPdt2mLIdx40EyNDAJO2kEUBv4QSbQ+071dMlzSWUiRmjQn+IbgjzoDXjuHm64KKrOFJAYwDBHtPiMTprVTFYeVVLK7Md1zKcLvbizlbyKeWkg7aRWV/R4haW+a/J5RnUpTzI237bowZ1IDjK3PUaiSJHUe4ryph6sI3kjYhiYSluVTi2bvgyqcpXcAxJYkidp8U+9RQ1g33mJUbnJzto2Xrs32kGFw62bNuW+J3c7sd4A3AEAGRoBpU0ekFRhlhHzZ5F2ViwcKx+MxDCGCqfvZQBHlMk11Rr43Evsuy520+e52rlqRSFgksepj+2lbcIuKs3c6MYmwHXK2okH/xII/MUnBTVmeNXNYwaKjKiquaSRGhJESfkPlXkoJxaXE9KF2y7Q3l+xW1BylTnUOzZhBgxsZ5b1kVsTVclHLa3NXb8yvUqNaJFd4qlq5b7zBWzbYazmJzsAJADGFBJIA261z1tHrLKNo7MvYbDZ6TqU9JX08iFwriffW+8cZGTMLikEQyRqZ8mn/6rmtRySyx1va3maNGtnSnPSyd/FW+xs4VxJLgv3MguLaAi2FV3YnwqNQYUHUnYTroDXUqDp2jfV+hQ/qf6mbbWi4cTn+CQ4l3d7yr/ABXD+IzChRrEbKANdhtVitPq0kot+H3L1GmrPZF5bs5ctYK4qReN5rZ8AJ8IMgid9T8qwv62FTExcuzlT35lnK1Ef/R5wu5YS6LqFGYqQDG3iHL0q66sKivB3RTxGlkPuK8WFmQqG7cC5zbQguEBgsFJlo1OUakK0bVPQw8qt2ipKViu8J4+7M65VxIu2Xu2bigKbtph9rZuWzo1y2CsKNSAPMVtQpRgllRA22TuBNZt4d3e9cxBHed0VKjvEssq2yGPOLy25Yk+Myekgcm1Y94Ls6iYx79y8L+KIAZC65UOUEJaBObMFESwE7jLNV8TSlUhli7fcRdiw4O+l1FuW2DI4lWGxBrDlBxdnuS3Pd2Bv+xVjCUesqa7I8lLQrxUuzN+EAflP961K2rNLo20Yt8WyJcQE7SdhG9Qpu+hqVY03G9RKy5k3EYLNbRMpbKyyBJ2YE+1XY6bny9SSlNuKsrirs9hOItiMY2LH2DEC0JUg5HDKyqDPhA3PMxyirdapBxcVbdW8La3+RVgpXu+Wvj7uP3/AHy/KqpOV3txxnF4VMHZwaErdANxlXN4mIJmNBJJJJ01NW8OoaNq93bwXP3yIKs2r2dtLnvhlsDvcvw940AbA7mPc1Vla+hMtj1euFXUgxMj5/7io6knGN0WsJShVqZJ8fqSe9dt2PoPD+mv51XdaTNeHR1GG934mnFMQrqSSGQkSSYI9fUfKu4/3IOEjP6QoRpyThpcTYO3mU5xoDoPfX9I9qwJQcG4Pc8wNOM4OM1p7/BeeGW8NaOFK2km4CGJ8XikLIzTHiqzGVKnOjaK1vf6fUp1qap1HFFj4nxS3h89y4YVQFAG5YycoHWMprXrVoUY5pEbdjV2cv3LyG/dGXvP+NeSoNvcnWeenpUeElOpHrJ8dlyR4nfUc1bOhDxPtTZssVhnI3yxA8pP9qo1cfSg8u/gRyqJFN4nj8TiitrDsxA+FZVG9T4gCfP3rMzVazUIu6W3B+ZDKUpaIW3ie4GUZWFpRAAHiS3vpzLCZ868bTqrN3L7H0NKEo4W0d7N+YgbjFu9YW4yuysGS4qAnVYJ22HOehFWOolCo4p2tZq5A8RGpTU5Rbumml5FKxchiyXFhhlyoSDB0ykaaEab+tW7WVnuUMJTzTc7cR1w/s5ca2LtoreUASEksrHeVOu+kis2tjYRnkn2fHa3ibap2s07lh4rgsTh1wsNczqjDwScpzTGm+hA6HLWfQq0azqaKza346bnY54Jxh8PYY3izX3E27d18jPDPt3hGkkDpJA0mtDD0I1WlTsl3bfyUcXKzRGvYi499riYhctoi4MQ1vK2HLgq1rFIBmVGAUB8oyZcx/i3qdONOOWOxnt3JvcAtkSbKM4cIWBfB4ph9letPtdw99hlnUMzxoSwHZ4euO8Xs3MP3lpBbVeH3GcquUC9jjZuWwvVjcDMemU0A0GDXC3Riu+yIir3mEUZpvue8yJoZul2PhBnUHQGu8yy2scZXmvcRXe0FzA2LbKFbKbeGZJGRms2ZvOjASSLjLanUfZnTaqlbDQq6vRkiZYuC8aTiFkXUV1KErctncEgHcbjoRvr0iqcE8NUyy2fElpuGbtbEj6uoUhdAxk6zPzq1J3Naiow+FEO3bi5HQGPyH6E0pLtDpCbdBW4sZYRSzBQYnn0G5PyFWjDGGJaOkDaNIoBXfOtAeVxcCB8qAXXABMACTJjTXrQEDiA8PvTc9UnF3RJwalgCBqQDVG2p9Up3ipPiSuK4B7uXJlGhBkxzB5A9Kng0jKxVOVSyXArQBS46HcHLA5tAhR6SWPr5GsrHWdW65EOGThe/B+r4L6tjTGYspYtXOSXCPSQrj9G+VVJpuMJcn+GRdIxy1EzXa4tbxeJbEYkt3IYm3ZAktsADyAgCTOsQJ5WKleE6merstkZ17u7OocOv3HTM1vuwR4VJlo/i0AHpWxQnOazSjlXBcfPkSom1OelY4rwDDi1FzRiYR0ENtPi18WgJM+0aVmzwdKMLS34Nb+fMilGNtSkcY4HiMMysSkE+C6LiptqDDEEEb+VZ88NUpSV7dzuV5RcTZcmDJBMGSOeoEj5VE9W7n1tNWgvBCE8NSz3tu14RdFx/IFyieHyET71POs5xUp8LL6laUY0c1trN/Qp/C7KpiQGXMneFGBE+FiUIWecHfr+c1eblSbTs7X9NTzDxUIqy4FtwfBb+DutcVRktLcIcEEGFIEgGd40PSsmeJpYiCg3rJrQtJWGXDsfi/ql5ouly6lHKkk5iM2URsI6QM1Va1HDvERWlrO68NgK+Mm7ewuJ+snMlvDISGQZu9uX2W3BIkADMTGunnX0/RcIRpNQ2vwMzG2zKxb7T2ycNhrK27eJt4S1dwjnRb6MpF2xcPNWyyd98261plIRph7LBvs7ww+Huhyij/1HD3zB2Qp/3MMxWfDMRIEiQBvezbuXreHDvnV2vYBwpuWL9ts1xBcA0mySRmMQBB3APM5qEXJg3jg+LAkG0wtnuhcS4QyW98Q6FgP/AFF1ywa5uORkVVWOpvmLnPu05xBxjWryizk8Nm0SFRLU/ZrbM5MpA+KQCwMmZqzGpGUc0djqMczsXv6J8Bdt28TecZVcqi+JTJts4c+En4SY+dVMQ4zqRgeNNOzLXc+APJk6nz9hoNOnvVuULlihiHTdnsRLyzDLE7g8iP8AYqunldzYnBVaeR7M34G8ZLbQI1HWDyPl+dWotNXRhVaUqcssiRcxM16Ri3EYtQYJ1oCFZxS3jK6qpOvU7aeQ19/SgPd1o3oBddY3GCrtzNcTmoos4XDSrS7uLHuGti2pJIAA18gKqrTVm3WmrckhXxbjVw282GylQSHOucDqgIj+qT6dKs8bG+WPqZDx0ZSyx25lc4U+YzPvrJBnUTyY6zv56VUqriWMMs3vh3dz9e/Qu/ZayL63sMw0uRJ08KrMkTsdVAO4meVWsAlJSg+446RS7PmWPgXZDD4U5lDXHGz3CCR6AAAesTV2lgqVN5krvvMtRSH7VbOjNAK+0eBe9ZItmLikOmseJeU8pBInrFV8TSdSFlutUR1I5o6HMsR2yv6pcYNEqyXbaH1VpE8qy3Xq7S18Uis6k9mSnXSeRj/5bVQzpto+pp1ouWR6NCfF3YaOagj2LAj/AOIrufweLKWPnaGX3zFViyLDXLsB3UsyHkrOQFJB3I1gdfnXtS9SChsnv3oiwmJUqyitstvNEjgjvaw9/EpGbMqZiJgHVjrzkrvVXEqFSrClLbV/j7muM+FYm/aw97Es1ws8KkyRO5czpAGgO3Kq1eFKdWNJJWWr/B40m7Gzi91sRwzHFzmuJ9XLGANFy3OXk7V9T0ZTjToZYqyuZWMSVSyId+2L/DsDiCzW3wT/AFe6y/FaWQqXP6D3bx0Zq0SoPMLi71686XAtniuGSUuL8GJtjkw+8jaaciZWCCoASYbthYw/fPaLBbyh8PZ8JSzeu25uDefj5LoPF1NZ+Mk5SUF4s4lO2g84Jx2w1jBYcXVliBdzGIJtswEnQsbrKNCdfOqGXVo4jJWSEvGe0WCxGFsC/hhiLq2gGYnJkbLDAESTqJy7V2qk6c7QZ51tkkP/AKLMWt7Avb+9bYoemUqMsDkoEiOqk8zXsrxkpHVN6E/h+PtYpQweUZZ8J110jy8/Q1tJp6okTT1R4xWItLCqAvT4484zGDXmVbk0a9SKypuxrS6OREdBt7RtXRE9dWeL+KjQasdgKAWY/g7P/wAomeRzAf8A9e9eNXPVJrY3WODXAoy+FRoAIUQOg6V6eGv/AKa0+Jtvf9KBDCziQogoRH4RIPpH96rulK5s0sbSy2egi7R8RcjK6MtokQw8UnkHy6rrsNttZ0FTFwqqOmxl4/Fzq9mC7P1IqXRa8IMzqx66R8qxm3LVmZexk2dbdxdAoCkD8LRGnk0fnUsZXTTPoo14J0m9G1bbR3W3k/uXX6Otb2IP8Kj5E/3mtHo74peCPMfqky+VrGYYagM0BgmgK/x7gWAxK99iEtkR/wAgYoSP5kIJ9NagqRpSWaVvEjkoNXZR8Q4EhfhBJHpOn5GvmK0e1miaWJheMa0N0l+mVviNzNdG0kR8iT/+1SqV4IpYmt1zT42M4jiIshQFVwxOZWEhh59D0PKuOrdW7u1ytwJujYdtvkhjxXHfV7Nq3YU2u8l2VgGYaiJzT/nQVSo0uuqSlUd7WSa2NslNjsX3GHcZhJIZoBkEgKW8oJ/XpXEaGHdacPDy52PLLiSOCYUXr3FMPst6zZDQICvctvppoCAV08q+2w9Pq6UY9xh1pZpsgcHuBLVm84mxiUXCY62dluoO5FzykjKT5g1MRC3tLxZsA2HAbPi8Fca1bzf9zDvbm27x+HNkjmQ3mRzKajucylYpT8UK4drfhAd1LwNygYgjmNTtzrNjBuo3zIE3dnvgeBuY0iytssSMy5Z8HQsToPyrt0pRlen4BRd7IuvDfosxYUg3LC5tT4nJnqfDE1JPDSm7tnfVt7jns32J4hgExJW5YJuoqjKWMZSxk51VQIY+IkxqYJgFPCuS3PVCSWhSuH8cTB4m7luG5ato1tco0fJrAnZc5chumvOKRvTlbc4i8srErF/SArOhFvwDUhtSZ00y6CPepXWf+KO+s5IsOA4lh78ZCAx+4fCeu3P2qSFSM9jtSTLx2S4UoQ3iNWJC+i6frNSHQ7vW6AX4hKAruLMEnlJmgNDnSRrXknZNnjdkLcZi7SgyY8h/jaqc8TQtvvy92InVgIBbR5bM+XNGojlMEjnWZKjBQco38zmlCk25zvZcOfcb/wDqWpyjlHr0FQqHM7qYqrXnHueiRfvo1XW+3kg+eY1o9HLtSfh9zY6QfZgvEvVapmGGoDNAasTZDqVMieYMEeYI2IrmcVJWYOVdrOG3bN77RpDnS4BAbzIUfF1676zWBiYVKU+3quf57yrUp6izH3jYa3JDKy5SVOYEQNR8/XQioZR1NSFZ0lTm9mrPyZrxnD1YqVMZue+42FeJJIs1MBSk1l0ueLouJZsXRYsu65i7gFsoQAgsVIAOpmZgjlVWGWVWcM7S0028bd3gW4QjTioxQw4BxFcbnF+1aOQDxR1nTXUbHY1WxFCWGt1UnrwPZTUVeRHsYq+uPS1dbW6csL8BtqpZoHTKCOoLVq9GYWlWtKK0i/O5BiqqhC3FkDg3EcZ9XuYuwyrbV3xF8kS19ic7IJB8KW4WRHikDbT6Yxx7hbCXE4vZ/wC21xmHkz2gxPqGAPrQCzFdnrWKy38Sbnfui58r6AhQIAII0j5yedfOV+kajqPLa3A8cE9WI+N9jsLbSQ+JYs4VUUoSWbYDwetTYXF1as8qUdu/8iNJX0IeD7QXMKowvDwwZj4rhQNddjsqrBAhYGxMztz2qaajruErE/iHEeM4UK+IuYm2GMAllInePDIB8jBrs9NbcQx2Ltn7Z7m8C5cISeXh+FjMenPoa9fFU6WknqeMrT9ncWMwNv7ra5ladzGhmTt71WWJotp5iLI7i+/hLy6G1cH9DdfSpIyg9mvU8ysm8fuQRblnbJZIZtWlrKnKI5AtlA6BRypTj2rr3qeOPaO//RU7JwvDpeDrdBuZldWzgG85WVIzRlII8oq5HYnWxZrtwdG/8WH6ivT0Q8Y4xZslVuPDOwVVgliWMDQDaTudBQC3FpDH50ArxNl1BNqJ3yHYn+3tQC+063VBu2jbJMEEg6jzQn/NUXDDSqNPRrxX8kbpw3aFOMLO3dIqrbU7ARr5nr6fOqVbEqSypWR7Qz1ZdXBaP6Gzh+CRStwDT+IzFUpzexoOOEoLPd5mtOLR07sBhVS1cZRCtchfRVA/WRWt0Yn1bk+LIa1Z1Iwb5fctNaRAYagM0AUBD4rhbV22yXguQ7yYjzB5HzqKrGEo2nseNHFO1nDO4YrZvLdtk5lZSCVI2zRpOu40PltWDOFOE7RkmiOV0rX0N+GvEi2GABjYRpKkRp0NQ3s2jUw1ecZRp1PL02PNy5ct22t4eQ928r3GbKVVd/CNySVAI/SdI5RhKpmqf6tK17vzL1efVRzv2zfxzihVMq6NclRAiBzOnr+dRYeir+Bm0FLEVesnsvdhQC63MK6h/sldW1AIzrGknrppX0dLFYenBRUvkyCtUzzcjzw3Atbs28UWAw1u39WZOfdMpS5dPkcQST/LM6VeTvqRknh47pChupeZ7huvds31u22JEEFVAKtMaNmGmnlQ6Rq5aeVbv6cQS/rvnWDkPLkPit52tnuwzXVIe0FEnOhzLAG+o18pq1gk1Wjb2j1Sad0Ovo27O3zjL+NxWH7hn/41JBgv8ZEHTbnr4jX0aVkdSlmk2TuB3W4smKsX1u21cukNqFKFSly2CBBUkDzkVPVpqFrP33dxDTqZ729/sS8fxSNcazbGRMI7YZRAGltVMzufiJ15nzrJ6UppRhK50ndilp61k3PTWSRXq1PC+YW3h+FYYYrEjNebREEFixE5UnQQN29fIVuYbDKkr8ToqWO+kPHXm8DCyCdEtKCddBLMCzHlIielWQWDgvZ3iuKAa/ir9m2eTXHzEfyAgD+r5UBG7W4XDYG7h8PZBa4HW9fuMZcw0ICdgDDGBGymgLdjLBbbYHc7UAsvWiOf5f7oBVxAZfH8/OqmMoRqw13Wz98DmXwsUkjMSNuXt/uawb3WptdG0VTop8WQkQnXNoCRHoTtXslqU30Wq0s6lbV/Vnauy2E7rCWUO+XMfVvEf1r6DCwyUYor1rZ2o7LT0GtWCMw1AZoDy4kbx5//AHXkldaArnFOzfeHO95yOZYAx+YAHtWTV6L6yWaVRvxOWiv9oOztmxp4mZhKliIlTqIA5j8/WqeIw1PDyUbt3WjJsNCHWpTWjK3xHCZhK6MOfXpPtz9Kh3NXFYVVY3XxIR4ziZQrmEORtz3Ovod/euupckZeLqTkoqejS2+4XcW7lS6gZBCiIgHU76mZ3865jSUU8r3OX1vV3ei5bXPBxFe5SEacDw4+rm73OJFyTbOJRUNsW8+UWctxtQd82UgXDMxNfR0XenHwR2R+O4ljeOdYuBVDt3aWs5ic+RGYCVIG/LYaCszpDWqvD8njIH1iqOU8LB2MxI71pOsCB5Trr6wI860+jrLMeo6bh3kSK0z028NNsl8oRXBy3AkSCBIBiDs0jyaedAcz7ddi8Ul69jfra9xOYI5fMMx+BV1UyecjqetVcVBOLctkWoVqUaTi4K74/cqRvGsXKimNeymH73F2VOoDZj/SCw/MCrWFipVUEaPpQ4ob3EHT7mGUW1HKSA7kepIX+gVtHRc/ot7LqttcXdEu4lJ+4p2I82Gs9CB1kCxdse2lnAJl0uYhh4LIOvkXj4U8+fKgOScGS7jMYneHPcvXQ11ttBq0RsFRYA5QBQHYcZeB20HIdBQCXFNQCbi1yE850/T9TUdaooQcmdwhmdhIWgE/hOvtqK+cZY6JxdounLZK68OKJvB+G3GygLmY+U7mTpXDTnKyKUsXWmsqdl3HTOC8NxFoKXu5p+JDqAPIzuPKtnC4avSs3K/Nfs8ipLdj6tE7MNQGaAwRQFe4nwzFIS+Fv6c7V3xL/SzSQPL86o1KNaLzUp6cnqvU5afApPaHtBdyi1iLOR0aUZCGWCIZdCYGxGp2is7F1HViozVpLl8zhyZjHYZrZysCCyqwnlmAI+RMVBUpuErM+koVOsgpCi7aBkkCQdOogAQDy2rltnahF3dhZxa8zOCzFtNJMwJOntNeU7ZbJHzsqrlFJ8CAWqQ4H+GvsmFwyO5CtfBZDcBQq+dhmFy3A1ymCWHSt6nJQUafH9HYq42ZxF2CCJWCpBEZFiIgfICszGf9zOWJ8bjO7gRJI2n5fOlDDurd7A24fGEILoJWNZHIg8vcV5klCrki9QXf6L+L4zFtdz3F7q3AHhlsx1gmdQBvIkyK2YppWbudDztth/q1p8dkD3EyAsjGyx8QVQ5TVkBYSsjSvWtbkkajUXGy9DmS8Wv4gAXbjvl1AJMD0B0BrMxsJR1buvoRMjYi+VJEbc/l/n8jXFDC9ZDNfmeWLl9GVrPig/IIT/7l/tNSYODjWknwR6ig3HOKxTkHXEYhsp//AC3DHyDCtM9O39sOP2+H4LKrFbtxSlgKAWmPiAbQBREk6DTQkgEDh1skmTLO58RMszMepMkkmgOl9heDNhj313wu4KhPwrBPi/iMDTlHXQAWS9iKAWYy4dwfY7VSxGKVKrFS+FpnEpWepXuJ3mzDNIjaRufL0/vVPG4mNW0YPQ2Oj6UZQcr76C7GX1krPxQfkQf9VSinYwXTlhquWa2+a/Z0D6NXRrlxnebpWEU/h3aOUzHyq90dGCm+ZceJpVIqNOOXn/JfVxClik+ICYII06idx6VrZlexHfWxtro9MNQGaAKAj4vBW7oi4isPMTUdSjCorTVwJrvYnBMZNn2zvH61XWAoJ3UfmznKiL2u4FNrvLQ/4x8A2y88vSN4232J14xuHzxzLdfQvYOt1csvBnPblwGfODP5flAmsN3jYnq13hqt1rF/XuE+P1MdNRXUNyn1cJ1pRT0aun8/yiVwnhq/HdiBrB2A/i/xXNWq/hiVLm3iXEg5tvbe0UtMrSDefIBM95ZtoI5xLgkDTetzA4dU6Sb1b1bO0hbxnEZr2ZmVmdQTAynQQJQ3bjJ4cpAYj0EVFj6bzKa2PGL8Rg0uRmB06GN6p0686d8p5cU4zhl1SRbBZGO2YafzTvHWtCljKUlepo0dJnYPoo4IcNhZYy11s56CQAAPZR86u05Zo5uZ6PPpEwpucMxIG4VW9kdXP5Ka7BwYI9sB1kjqBOU/xAcvP51WlUhJulP+TwlcMwheXuTB21ILHqY1j99Kq4rFKmlTpHjZfey7LhsJjcSBAt2myx+IKTHuWFddH5pKU5O9/seoqP0VcL73G2vw2VLn1jKv5tP9NaJ6e/pQ4p33Eronw2FW0vTQZmjzzMR/SKAsPAezCWEDXree6dTmGYL5AaiR1Os7UBYcPb70XHDx3QBnzMgb8tDQHnE4zD91bh4fQu5B8M/F/SOg3jrQCnjvGLK3DbsOboUDNpIWepgCTyG88qzMfOlOnvrfT7/sjc6T0m/TUWf9VaMvd5h+Fjt8gYPvNZkKSfEqwrShK8GK3wLMc2UgyTrJ0OwnTYVaVNLZk9fEOsk5LXi+f8Dns9Zvd4O5D511GVSSOU6ctY101rjJNSTite4rK99Dq/AcFfzd9iW8eXKq6aAkEzl0nT98tPD0qubrKr1taxapxlfNIeVcJjDUBmgCgCgCgMEUBy/txwL6vcF1R9k5gx90nl8wPb0rExmGyPTZ/J8vwalGca8Ms9+Phz+hTGwxL6nRRMxPoD7neqkKbcXYz62HjRk05e+Xnc98XwTXkyJcKkbgbN4gvvrsPKa9o2pyu1c4yQs1F6r82+u3gV/Ddm7zkgPmI1CM6gZo5BiNliSNTV9Y9QVkiDPbQzhOz90XWVdGn4TC67mAeu+9c1cdnhZ7HWfQmpYdTBMEaEEbVTlKLFz1i8R3dtnYzlG3U8h7nSvKdPrJqC4hHWuyHEUvYe26EZWUEfIAj1BEGvpVoSFjOV1KMJVgQR1BEEfKgPnvDXQjFQZUEgHqAdD++tVMVhVWV1ujxq49scOuMAchCkTnbwrB5ljpFZMcHWlK1rHFmQu2PaaycMvD8I2dcwa9dX4WIMhEj4paCTtoAJ1jdpU1TgorgSFi7NhODcPfFYgAX7/wWz8RIHgTrpJZuknoKkBzbhoNy9nuGSWNy4erE5j82P61VxlTJSaW70PG7HUeCcdR7RVj47Y06uuwjqwJA9COhqvhcUlStU3Xz5eZznSWpq4zdT4icsaac2OkfPTz9q4q45ueSHr4bvy2XNkM62tkVbG43NmywRIjN8OmzHqJlo5wn8VV3Kc/je/D7emni33EMptm3hyKBHeWzBk/aakndm0nMevtoNKq1m/9X6fJdxA22yZcxA0VY6AKc3sAK7w9PK8zv5omo0alV2gr++ZPbCX0bLctMh/iBHy5H2q3UqOGmVhpx3RauF8BuFlv4YOhtwR3pAzmdVBVR4SNNQfarFBSm80U148SWEW3ePzOgqZAO1aJbM0BhqAzQBQBQBQBQFS7Ycbt5HsGCDo4O53kIOoIHi2WQfMVa84tOLOHVcHdHM7tt0kwRmXK2nJlAg9CcoYDcc9Kzovq9DmpPrbWWv6S+2h4FpxHhM6a8tGDkztG/wA9Nqjc4ybuzqne6Stf8O+vJfkmYnuyVuK3izDaT4dc0CJOunyqvBS1hI5spPL4Wa10VyGt4ls5BhQQG/T9a4cWkQqM8jlw2JFl1uszMoy5YLc5AEQfaudgpaCLi/DLl2w4XKACILGAYOw3NW8LUVOopM7jUV0JuA9pr+DJ7pxE6o2okeUyD5givoVqrosFz4p2wx160bYa1bDCGKBixB3AJ2n0ms7/AJGP+rOOsRTb1t7XxDTaRt79Ks0cTCrot+R6pJmFwoaWbCWb0HWXu23mAZlHCkGenzpPFU4StIZ0SsPxd8OQ2H4dat3Bs7C5fZeXhLHQ10sRSf8Akj3MiHjDi8Vc73EF3fYF9Mo6Ko0UeQFcTxdKPG545pEnDcDuFVhoLvE9ABqf3086zKuNi5NtbL+EQyq6j3Cp3UshIJYKh5qiHeerMCZ/iHSqeZzkm+Gvm/wV3Jt2W/3/AETrtm5cUSFG24zbCNASCNz8+W1e9ZGCtFfP3x1JY4SrJaR+cfyY+qMq+FbZPkWtfmuaq7qZn2r/ACl+DyeDrx+KD9Lni1gyzfaMz9EMH2kAEjz0qxSqQi01H6o0MN0bTqLtSd/Bq3qvudH7H9kwhXEXkAca20iAnnHXp03322MPQcp9dNW5Ll+yxVqxp0+opbcXzLrV8phQBQBQGGoDNAFAFAFAROKYhktkouZtgPM1xOTS0PG9CqYXsrcZy1wCZkzqCQCdeq5ip9O8H3qqrDybvIiVPXUkY/s7C3co2C27ZaDHeMO+vGd3OYyd/BSphlZ+nru/E6y21XvmVPF8NZR4DmQlsygEi2uuVM8ZWMDWOcx1rGnSWZ5Lu3d9+J0sjtdXd9fC2iIVnADfYsIMctf0iom29SenhqlpztZuOlu/dLwWh4PDlQMCuvWJHt0pdrULCqjQdW6b08v2KsjBYY5FJiQJ94/LT5V1o2U1aq1Kq7X7vmROJTdRrSjOQAFCxqUadJ0kjX3q1h5KnNNnNOm+uyx11Z6wlh7bKnxWWQ5gw1VhHxTIB13G+vQV3UnCcW1pK/D7HE2ne+9zxdBUgLAkxLMIM8upqKNnv8jjVmcTaJBEA6RB+8OhivYZU7o8UmhZYc2/CJIQyusyp3Q9SOVXZQjU1fHfx5/kmzZt+Pu5Js4hS7JMyuZPQGCPmQKr1aFoKSXczxvS/kyfgcPmIJ2ykmqFaWVHk80U0+4lBWyoF5KR7mJriMFeTfM5yOXaWuvhovEkWrA0GXb+KfnBivJTfAmhQlJWVNN//V38pIkaDb5VBlcviiWKeE17dCS8H9n+T3g8HcxDBbakseQ5eZn9TpVqlRbeWF2a1KhRpRzKckuTf2sdE7N9lEw8XLkPd68l9Op8/lFbmGwUafalq/kiriMZKp2Y6L6lkq+UwoAoAoAoDDUBmgCgCgCgCgCgCgIWMwty4wi4FVSDAUEkjUSTsPICT1qGcJykmpWS7tzxoS8V4N31wLkW03xG4JKuNZAGkNsdTt+LWqtbDRqTtaz58H+yzSxc6em6K/xPgt+yDKkr+JdR79PeKza2EnT1a80aCnQxG+/eIOIWkYQJ8+VVeJk9IJdYlK2i2QruCHUqFVttAdR1OvTmNakUr6Mjp4p9dGSilb6fwabbQru4bxHSVlfY7z6gVIuSPJUYypSnzenJkfAZWuMxGaPhHn68hH617JOxzh6KmndN8kuf4RKxQhhOUE8lOw6VGivOlOEsklqe7mGgf8aer6n5E/2rtVHxZehGVKKvCMe+W78v0awBqImREIiqPnXea+v1Z3GXWJrWV98sUl8zYt0jeZygHUHbSTBNRVKeZ6bFPFNqpG6baWu3gno2bsJZU76n129qr1arXAgpdXFWlTbfi0TEsuSFtoWY8hz+VQQpuq7JMs08N1mqptLnmsvVos/B+xNx4e+e7HNQZJ/sP3pWxh+jJf5uy+ZoQqKgrQlJvx0+i+xeOH8Pt2Fy21Cjn1PqdzWzSowpq0UQVKkqjvJkqpDgKAKAKAKAKAw1AZoAoAoAoAoAoAoAoAoAoCh2uznf37ouP3fjaFUeI6zIOyrB061hwwvW1ZKbtq9PfAgcMzd2J+J8JtWM8PDAkBGBLESRJMRBAB9DUNShGm2s2vJ7liniMPTi4yhqVTHXWdxbtqXuMYCqJJPkB+tKcHJ2RSnUnVnmlv8ATwGKcEaxbAxFrxGT41/IZhy02rmopxeqaL9eUcPh4wjZyfHR2IfDrcv4QADoAAPy0/cGuZX2K+AqyhWilx0GLcOcH7O0zseeWY8ySPyFFCT4P0NurCnHWMVKT4v7t/Yh4sBZW48uNMi6Qeh00rxLWzM3EZEr1qmZ/wCsdiTgOzOJvR3WHb+d/CvqM0aek1bhRq1ODt6GfKnGS7MbPndlotdh76JmZ0Zh8S2wSY55S0SfIx60l0O5a5/l+wqEo63HvBuzXdgPbxN9QwBgKqz6rdViPQgGrmGwPUbTZOoze82/feWZR71oEpmgCgCgCgCgCgCgMNQGaAKAKAKAKAKAKAKAKAKAIoCPi8Dau6XLaP8AzKG/WuJU4y+JXPHFPc14ThtmzJtWraTvkQKT/wCIk0jCMPhVgklsVXtbw7E424i27RS2gIzuQs5okwCWjQcutUcTSqVpqy0XMgqRlN6IbdmOy9vCDNOe6RBaIAHRRy9dz+VTYfCRpdp6vn+DunSUdeI8v2VdSrCVO46+vlVpq5LY0YPhli1/xWrdv+RFX9BXKpxjsjxRS2JddnoUAUAUAUAUAUAUAUAUAUBhqAzQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQBQGG2oD/2Q==

Nas Ciências Naturais sugiro que, durante estas duas semanas, desenvolvam um trabalho a 3D (quem não conseguir pode fazer um trabalho plano - em cartolina, por exemplo), construindo um animal (à escolha). A criatividade será um aspeto muito importante na avaliação deste desafio.

Não partilhem o vosso trabalho com nenhum dos colegas, assim quando estivermos todos juntos, combinamos e os trabalhos serão apresentados, na escola, aos colegas, tornando esse momento divertido:
                 jogando ao "QUE ANIMAL SOU EU?"

Quem conseguir fazê-lo, envie-me um email (até ao dia 27/03) para professoramtap@gmail.com com 2 fotografias (no máximo)  do vosso trabalho.

Muito importante: Não se esqueçam de indicar o vosso nome, número e turma.

Beijinhos e abraços ;)

https://image.slidesharecdn.com/trabalhoanimais1-110221160159-phpapp02/95/trabalho-animais-1-1-728.jpg?cb=1298304181
https://image.slidesharecdn.com/trabalhoanimais1-110221160159-phpapp02/95/trabalho-animais-1-1-728.jpg?cb=1298304181